Use the table to answer the question.
Lower Level Upper Level 6 5
30 25
60 50
This two-column table shows the number of lower-level and upper-level tickets sold. What is an equivalent part-to-part ratio?
A. 106 lower level:105 upper level
B. 100 lower level:120 upper level
C.105 lower level:106 upper level
D.120 lower level:100 upper level
To find an equivalent part-to-part ratio, we need to find a ratio where the two numbers are in the same ratio as the given numbers.
The given numbers are 6 lower level and 5 upper level tickets sold.
To find the equivalent ratio, we need to find a common multiple of 6 and 5.
The common multiple of 6 and 5 is 30.
So, the equivalent part-to-part ratio is 30 lower level: 25 upper level.
Therefore, the answer is option C. 105 lower level:106 upper level.
Lower Level| Upper Level
6 | 5
30|25
60 |50
This two-column table shows the number of lower-level and upper-level tickets sold. What is an equivalent part-to-part ratio?
A. 106 lower level:105 upper level
B. 100 lower level:120 upper level
C.105 lower level:106 upper level
D.120 lower level:100 upper level
To determine the equivalent part-to-part ratio, we need to find the ratio of the lower-level tickets to the upper-level tickets in the table.
Looking at the table, we can see that there were 6 lower-level tickets sold and 5 upper-level tickets sold in the first entry, 30 lower-level tickets sold and 25 upper-level tickets sold in the second entry, and 60 lower-level tickets sold and 50 upper-level tickets sold in the third entry.
To find the ratio, we can divide the number of lower-level tickets by the number of upper-level tickets for each entry:
1st entry ratio: 6 lower level / 5 upper level = 6/5
2nd entry ratio: 30 lower level / 25 upper level = 30/25
3rd entry ratio: 60 lower level / 50 upper level = 60/50
If we simplify these ratios, we get:
1st entry ratio: 6/5 = 1.2
2nd entry ratio: 30/25 = 6/5 = 1.2 (simplified)
3rd entry ratio: 60/50 = 6/5 = 1.2 (simplified)
So, the equivalent part-to-part ratio for all entries is 1.2 lower level to 1 upper level.
Now, let's check the answer choices:
A. 106 lower level:105 upper level - This ratio is not equivalent to the given ratios.
B. 100 lower level:120 upper level - This ratio is not equivalent to the given ratios.
C. 105 lower level:106 upper level - This ratio is not equivalent to the given ratios.
D. 120 lower level:100 upper level - This ratio is not equivalent to the given ratios.
None of the answer choices match the equivalent part-to-part ratio of 1.2 lower level to 1 upper level. Therefore, none of the answer choices are correct.
The equivalent part-to-part ratio can be found by dividing each number in the lower level column by the corresponding number in the upper level column.
For the first row, the ratio is 6/30 = 1/5.
For the second row, the ratio is 5/25 = 1/5.
For the third row, the ratio is 6/50 = 3/25.
Since all rows have a ratio of 1/5 or 3/25, none of the given answer choices are equivalent part-to-part ratios. The correct answer is not listed.
To find the equivalent part-to-part ratio, we need to determine the ratio between the lower-level and upper-level tickets sold.
The ratio between the lower-level and upper-level tickets sold in the first row is 6:5. Since we cannot simplify this ratio, it remains the same.
Similarly, the ratio between the lower-level and upper-level tickets sold in the second row is also 6:5, which cannot be simplified further.
Finally, the ratio between the lower-level and upper-level tickets sold in the third row is 6:5, which is the same as the previous rows.
Therefore, the equivalent part-to-part ratio is 6 lower level:5 upper level.
None of the given answer choices match this ratio, so the correct answer is not listed.